Answer:
The midpoint of XY is point
M(�12, 5). If the coordinates
of X are (3, �3), what are the
coordinates of Y ?
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Each coordinate of the midpoint is the average
of the corresponding endpoint coordinate.
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Solve:
Let the coordinates of Y be (x,y)
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(3+x)/2 = -12
3+x = -24
x = -27
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(-3+y)/2= 5
-3+y=10
y = 13
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Coordinates Y: (-27,13)
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Cheers,
Stan H.
(2.5)(-5)(-4.6) =
-12.5(-4.6) =
57.5
87.5 is your answer to the qeuition.
Slope and y intercept M= -5/2 b= 5
Area = rectangle + triangle
A=(LxW)+(1/2 bh )
A=(20x10)+(1/2x20x4)
A=200+40
A=240
